{ "cells": [ { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "# Traffic Flow Analysis with Spark: End of Queue Detection\n", "\n", "**Contact:** Ahmad Al-Shishtawy ([email](mailto:ahmad.al-shishtawy@ri.se))\n", "\n", "### Contents:\n", "- Introduction\n", "- Traffic Flow Data\n", "- Data Exploration\n", "- Fundamental Diagrams of Traffic Flow\n", "- End of Queue Detection\n", "- Visualization\n", "- Next Steps" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "# Introduction\n", "\n", "## SICS ICE Datacenter in Luleå\n", "\n", "\"SICS\n", "\n", "## Hadoop Ecosystem\n", "\n", "An ecosystem for **storing** and **processing** large amounts of data.\n", "\n", "Basic components:\n", "- Distributed storage\n", "- Computation engine (MapReduce)\n", "- Libraries\n", "- Applications\n", "\n", "Designed to run **reliably** on **comodity** servers\n", "\n", "\"Hadoop\n", "\n", "## Apache Spark\n", "\n", "- General purpose in-memory Data Processing engine\n", "- Integrates very well with the Hadoop Ecosystem (and much more)\n", "- Unified engine supporting SQL queries, streaming data, machine learning, and graph processing\n", "- Open source Apache project\n", "\n", "\"Spark\"\n", "\n", "### Credits\n", "The Hadoop and Spark diagrams above are from the [Spark for Dummies **Free** Book](https://www-01.ibm.com/common/ssi/cgi-bin/ssialias?htmlfid=DCM03021USEN)\n", "\n", "## Jupyter Notebook\n", "\n", "Well, this is a Jupyter notebook :)\n", "\n", "It is an interactive document that contain **live code**, **equations**, **visualizations** and explanatory **text**.\n", "\n", "Just like this example below. Try changing the code and then execute the cell by pressing (Shift+Enter)." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Starting Spark application\n" ] }, { "data": { "text/html": [ "\n", "
IDYARN Application IDKindStateSpark UIDriver logCurrent session?
1509application_1511276242554_0932pysparkidleLinkLink
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "SparkSession available as 'spark'.\n", "Hello World!!\n", "2 + 100 = 102\n", "2^100 = 1267650600228229401496703205376" ] } ], "source": [ "print('Hello World!!')\n", "\n", "x = 2\n", "y = 100\n", "\n", "print('{} + {} = {}'.format(x, y, x+y))\n", "\n", "print('{}^{} = {}'.format(x, y, x**y))" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Jupyter has become the de facto standard used by many data scientist to interactivly analyze data.\n", "\n", "\"Jupyter\"\n" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "\n" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "# Traffic Flow Data\n", "\n", "In this demo we will be using traffic flow data generated from radar detectors (sensors) that are part of the Motorway Control System (MCS) distributed along the highways in Stockholm (see the picture below for an example).\n", "\n", "The detectors generate data **every minute**. The data contains the **average speed** and the **number of cars** that passed in that minute.\n", "\n", "The sensors are identified by two fields:\n", "- Ds_Reference: such as \"E4S 61,036\", which is composed of the road name \"E4\" and the direction \"S\" for south, and the kilometer reference.\n", "- Detector_Number: Detectors are numbered from right to left starting from 1 for the first detector in the rightmost lane.\n", "\n", "![Flow Sensors](img/FlowSensors.png)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "# Data Exploration\n", "\n", "We will use **Spark** to explore and analyze the traffic flow data. But first we need to load the data and do some cleanup." ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Starting Spark\n", "\n", "We import some libraries that we will be using then initialize spark" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "### Uncomment to install missing packages as needed (you may need to restart the kernel)\n", "\n", "### 1 - ipyleaflet\n", "### Conda package is old (ver 0.3) so using pip instead (ver 0.4)\n", "# !pip install -U ipyleaflet \n", "### or\n", "# !conda install -y -c conda-forge ipyleaflet\n", "\n", "### 2 - geojson\n", "# !conda install -y geojson" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "#from ipyleaflet import Map, GeoJSON, TileLayer\n", "#from geojson import FeatureCollection, Feature, MultiPolygon\n", "#import json\n", "#import ipywidgets as widgets\n", "#from datetime import timedelta, datetime\n", "#import time\n", "\n", "import pandas as pd\n", "#import matplotlib\n", "#import matplotlib.pyplot as plt\n", "#%matplotlib inline " ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "from pyspark.sql import SparkSession\n", "from pyspark.sql.types import *\n", "from pyspark.sql.functions import udf, col, lag, datediff, unix_timestamp\n", "from pyspark.sql.window import Window" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "#spark = SparkSession.builder \\\n", "# .master('local[*]') \\\n", "# .appName('Demo4') \\\n", "# .config('spark.executor.memory', '5g') \\\n", "# .config('spark.driver.memory', '5g') \\\n", "# .getOrCreate()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "u'2.2.0'" ] } ], "source": [ "spark.version" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "%matplotlib inline " ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Loading The Data\n", "\n", "The data is stored in a csv file (comma seperated values). Spark can parse csv files and can infer the schema but it is better to define the schema specially when dealing with very large datasets." ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "### Define the schema of the csv file" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "schema_flow = StructType().add('Timestamp', TimestampType(), False) \\\n", " .add('Ds_Reference', StringType(), False) \\\n", " .add('Detector_Number', ShortType(), False) \\\n", " .add('Traffic_Direction', ShortType(), False) \\\n", " .add('Flow_In', ShortType(), False) \\\n", " .add('Average_Speed', ShortType(), False) \\\n", " .add('Sign_Aid_Det_Comms', ShortType(), False) \\\n", " .add('Status', ShortType(), False) \\\n", " .add('Legend_Group', ShortType(), False) \\\n", " .add('Legend_Sign', ShortType(), False) \\\n", " .add('Legend_SubSign', ShortType(), False) \\\n", " .add('Protocol_Version', StringType(), False) " ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "### Read the data\n", "\n", "Next we read the data and load it into Spark. The data is represented in Spark as a **DataFrame** wich is similar to a table in a database." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "#hdfs:///Projects/Test2017/MyData/sample_E4N.csv\n", "df_raw = spark.read.csv('hdfs:///Projects/TrafficFlow/Traffic-Flow-Stockholm/mcs_201611_3days.csv', sep=';', schema=schema_flow, ignoreLeadingWhiteSpace=True, \\\n", " ignoreTrailingWhiteSpace=True, timestampFormat='yyyy-MM-dd HH:mm:ss.SSS')" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We can inspect the schema to check it." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false, "deletable": true, "editable": true, "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "root\n", " |-- Timestamp: timestamp (nullable = true)\n", " |-- Ds_Reference: string (nullable = true)\n", " |-- Detector_Number: short (nullable = true)\n", " |-- Traffic_Direction: short (nullable = true)\n", " |-- Flow_In: short (nullable = true)\n", " |-- Average_Speed: short (nullable = true)\n", " |-- Sign_Aid_Det_Comms: short (nullable = true)\n", " |-- Status: short (nullable = true)\n", " |-- Legend_Group: short (nullable = true)\n", " |-- Legend_Sign: short (nullable = true)\n", " |-- Legend_SubSign: short (nullable = true)\n", " |-- Protocol_Version: string (nullable = true)" ] } ], "source": [ "df_raw.printSchema()" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "### Count the records\n", "\n", "We count the number of records in the DataFrame. We can add `%%time` in the beginning of any cell in Jupyter to measure the execution time of the cell." ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "8527597" ] } ], "source": [ "df_raw.count()" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "### Print a sample of the data" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+-------------------+------------+---------------+-----------------+-------+-------------+------------------+------+------------+-----------+--------------+----------------+\n", "| Timestamp|Ds_Reference|Detector_Number|Traffic_Direction|Flow_In|Average_Speed|Sign_Aid_Det_Comms|Status|Legend_Group|Legend_Sign|Legend_SubSign|Protocol_Version|\n", "+-------------------+------------+---------------+-----------------+-------+-------------+------------------+------+------------+-----------+--------------+----------------+\n", "|2016-11-01 00:00:00| E6N 11,100| 49| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| E6N 11,100| 50| 78| 1| 82| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| E6N 11,620| 49| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| E6N 11,620| 50| 78| 2| 77| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| E6N 11,620| 51| 78| 2| 78| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| E6N 11,930| 49| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| E6N 11,930| 50| 78| 4| 89| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| E6N 11,930| 51| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| E6N 12,380| 49| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| E6N 12,380| 50| 78| 4| 93| 0| 3| 255| 1| 1| 4|\n", "+-------------------+------------+---------------+-----------------+-------+-------------+------------------+------+------------+-----------+--------------+----------------+\n", "only showing top 10 rows" ] } ], "source": [ "df_raw.show(10)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Data Wrangling\n", "\n", "Before we start working with the data we usually need to do some preprocessing and cleanup.\n", "\n", "In our example:\n", "1. Split the Ds_Reference into road name and KM offset\n", "2. Convert Km reference from Swdish number format (using ',' instead of '.') to meters\n", "3. Fix Detector_Number field\n", "4. Filter out records with errors (e.g., detector not working)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "### Split Ds_Reference and fix Km\n", "\n", "Spark can take a user defined function **udf()** and execute it on all elements in a column. **udf()** takes as parameters a user defined function and the new schema that will be produced." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "split_schema = StructType([\n", " StructField('Road', StringType(), False),\n", " StructField('Km_Ref', IntegerType(), False)\n", "])\n", "\n", "@udf(split_schema)\n", "def split_ds_ref(s):\n", " try:\n", " r, km = s.split(' ')\n", " k, m = km.split(',')\n", " meter = int(k)*1000 + int(m)\n", " return r, meter\n", " except:\n", " return None" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We use `.withColume` to apply our function to the elements of the column. Using the same column name means the contents will be replaced, otherwise a new column will be created." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "root\n", " |-- Timestamp: timestamp (nullable = true)\n", " |-- Ds_Reference: struct (nullable = true)\n", " | |-- Road: string (nullable = false)\n", " | |-- Km_Ref: integer (nullable = false)\n", " |-- Detector_Number: short (nullable = true)\n", " |-- Traffic_Direction: short (nullable = true)\n", " |-- Flow_In: short (nullable = true)\n", " |-- Average_Speed: short (nullable = true)\n", " |-- Sign_Aid_Det_Comms: short (nullable = true)\n", " |-- Status: short (nullable = true)\n", " |-- Legend_Group: short (nullable = true)\n", " |-- Legend_Sign: short (nullable = true)\n", " |-- Legend_SubSign: short (nullable = true)\n", " |-- Protocol_Version: string (nullable = true)" ] } ], "source": [ "df_cleanup1 = df_raw.withColumn('Ds_Reference', split_ds_ref('Ds_Reference'))\n", "df_cleanup1.printSchema()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+-------------------+------------+---------------+-----------------+-------+-------------+------------------+------+------------+-----------+--------------+----------------+\n", "| Timestamp|Ds_Reference|Detector_Number|Traffic_Direction|Flow_In|Average_Speed|Sign_Aid_Det_Comms|Status|Legend_Group|Legend_Sign|Legend_SubSign|Protocol_Version|\n", "+-------------------+------------+---------------+-----------------+-------+-------------+------------------+------+------------+-----------+--------------+----------------+\n", "|2016-11-01 00:00:00| [E6N,11100]| 49| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11100]| 50| 78| 1| 82| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11620]| 49| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11620]| 50| 78| 2| 77| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11620]| 51| 78| 2| 78| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11930]| 49| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11930]| 50| 78| 4| 89| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11930]| 51| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,12380]| 49| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,12380]| 50| 78| 4| 93| 0| 3| 255| 1| 1| 4|\n", "+-------------------+------------+---------------+-----------------+-------+-------------+------------------+------+------------+-----------+--------------+----------------+\n", "only showing top 10 rows" ] } ], "source": [ "df_cleanup1.show(10)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "### Fix detector number\n", "\n", "Detector number is stored as a character. For example, Detector 1 is stored as 49 which is the ascii code for character '1'. We fix that as well." ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "ascii_to_int = udf(lambda x : x - 48, ShortType())\n", "df_cleanup2 = df_cleanup1.withColumn('Detector_Number', ascii_to_int('Detector_Number'))" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+-------------------+------------+---------------+-----------------+-------+-------------+------------------+------+------------+-----------+--------------+----------------+\n", "| Timestamp|Ds_Reference|Detector_Number|Traffic_Direction|Flow_In|Average_Speed|Sign_Aid_Det_Comms|Status|Legend_Group|Legend_Sign|Legend_SubSign|Protocol_Version|\n", "+-------------------+------------+---------------+-----------------+-------+-------------+------------------+------+------------+-----------+--------------+----------------+\n", "|2016-11-01 00:00:00| [E6N,11100]| 1| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11100]| 2| 78| 1| 82| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11620]| 1| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11620]| 2| 78| 2| 77| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11620]| 3| 78| 2| 78| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11930]| 1| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11930]| 2| 78| 4| 89| 0| 3| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,11930]| 3| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,12380]| 1| 78| 0| 252| 0| 1| 255| 1| 1| 4|\n", "|2016-11-01 00:00:00| [E6N,12380]| 2| 78| 4| 93| 0| 3| 255| 1| 1| 4|\n", "+-------------------+------------+---------------+-----------------+-------+-------------+------------------+------+------------+-----------+--------------+----------------+\n", "only showing top 10 rows" ] } ], "source": [ "df_cleanup2.show(10)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Using SQL with Spark\n", "\n", "We can contiune using transformations such as `select()` and `filter()` but we can also use **SQL**.\n", "\n", "Spark supports SQL queries which is very useful to quickly explore your data. It also makes it simple for new users to start working with Spark.\n", "\n", "For example, we can select only the columns that we are interested in and filter out records with errors (status = 3 is a normal record).\n", "\n", "To simplify the visualization, we will focus on a small part of the highway network which is E4 highway North direction. So we will filter that as well." ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "df_cleanup2.createOrReplaceTempView(\"FlowData\")" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "df_E4N = spark.sql('SELECT Timestamp, Ds_Reference, Detector_Number, Flow_In, Average_Speed ' \n", " 'FROM FlowData WHERE Status == 3 AND Ds_Reference.Road == \"E4N\"')" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1576154" ] } ], "source": [ "df_E4N.count()" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+-------------------+------------+---------------+-------+-------------+\n", "| Timestamp|Ds_Reference|Detector_Number|Flow_In|Average_Speed|\n", "+-------------------+------------+---------------+-------+-------------+\n", "|2016-11-01 00:00:00| [E4N,48290]| 3| 8| 82|\n", "|2016-11-01 00:00:00| [E4N,48935]| 3| 4| 72|\n", "|2016-11-01 00:00:00| [E4N,49370]| 1| 1| 77|\n", "|2016-11-01 00:00:00| [E4N,49370]| 2| 3| 78|\n", "|2016-11-01 00:00:00| [E4N,49370]| 3| 6| 52|\n", "|2016-11-01 00:00:00| [E4N,50165]| 1| 3| 110|\n", "|2016-11-01 00:00:00| [E4N,50165]| 2| 3| 83|\n", "|2016-11-01 00:00:00| [E4N,50165]| 3| 1| 72|\n", "|2016-11-01 00:00:00| [E4N,50395]| 2| 3| 82|\n", "|2016-11-01 00:00:00| [E4N,50395]| 3| 1| 71|\n", "+-------------------+------------+---------------+-------+-------------+\n", "only showing top 10 rows" ] } ], "source": [ "df_E4N.show(10)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Plotting\n", "\n", "We can now start exploring the dataset, for example, by plotting histogram of a column. We will use **Spark** to do the calculation of the histogram buckets then use **Pandas** for plotting.\n", "\n", "We will extract the column of interest (`select()`) and use histogram method on RDD. We use `flatMap` to convert from `Row` object to int value." ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "speed_histogram = df_E4N.select('Average_Speed').rdd.flatMap(lambda x: x).histogram(10)" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "([2.0, 22.7, 43.4, 64.1, 84.8, 105.5, 126.19999999999999, 146.9, 167.6, 188.29999999999998, 209], [42491, 64602, 128554, 633950, 606609, 95911, 3581, 379, 69, 8])" ] } ], "source": [ "speed_histogram" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Then we use Pandas to plot the figure" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "#pd.DataFrame(list(zip(list(speed_histogram)[0], list(speed_histogram)[1])), \\\n", "# columns=['Average Speed','Frequency']).set_index('Average Speed').plot(kind='bar')" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%spark -o hist_df\n", "hist_df = spark.createDataFrame(list(zip(list(speed_histogram)[0], list(speed_histogram)[1])), \\\n", " schema=['Average Speed','Frequency'])" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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QEf/UWijp/UDNpzGpFBEtEXEscDcwm/SHoVSRGt0/lnd/A2xbdgxt7Bb5UVBE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\nmJlZYU4aZmZWmJOGmZkV5qRhZmaF/X9o01Hy0mGyMwAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "hist_df.set_index('Average Speed').plot(kind='bar')" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "# Fundamental Diagram of Traffic Flow\n", "\n", "![Traffic Flow Diagram](https://upload.wikimedia.org/wikipedia/commons/5/59/Fundamental_Diagram.PNG)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We will plot the basic traffic flow diagrams for some of the detectors to get some insights into the properties of the traffic on the highway. In particular, the maximum flow and associated density. We will use that to select thresholds used in queue detection.\n", "\n", "But first we need to calculate the density and add it as a new column to our dataset." ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Adding Density Column" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "df_E4N_D = df_E4N.withColumn('Density', col('Flow_In')*60/col('Average_Speed'))" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "root\n", " |-- Timestamp: timestamp (nullable = true)\n", " |-- Ds_Reference: struct (nullable = true)\n", " | |-- Road: string (nullable = false)\n", " | |-- Km_Ref: integer (nullable = false)\n", " |-- Detector_Number: short (nullable = true)\n", " |-- Flow_In: short (nullable = true)\n", " |-- Average_Speed: short (nullable = true)\n", " |-- Density: double (nullable = true)" ] } ], "source": [ "df_E4N_D.printSchema()" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+-------------------+------------+---------------+-------+-------------+------------------+\n", "| Timestamp|Ds_Reference|Detector_Number|Flow_In|Average_Speed| Density|\n", "+-------------------+------------+---------------+-------+-------------+------------------+\n", "|2016-11-01 00:00:00| [E4N,48290]| 3| 8| 82| 5.853658536585366|\n", "|2016-11-01 00:00:00| [E4N,48935]| 3| 4| 72|3.3333333333333335|\n", "|2016-11-01 00:00:00| [E4N,49370]| 1| 1| 77|0.7792207792207793|\n", "|2016-11-01 00:00:00| [E4N,49370]| 2| 3| 78|2.3076923076923075|\n", "|2016-11-01 00:00:00| [E4N,49370]| 3| 6| 52| 6.923076923076923|\n", "|2016-11-01 00:00:00| [E4N,50165]| 1| 3| 110|1.6363636363636365|\n", "|2016-11-01 00:00:00| [E4N,50165]| 2| 3| 83|2.1686746987951806|\n", "|2016-11-01 00:00:00| [E4N,50165]| 3| 1| 72|0.8333333333333334|\n", "|2016-11-01 00:00:00| [E4N,50395]| 2| 3| 82|2.1951219512195124|\n", "|2016-11-01 00:00:00| [E4N,50395]| 3| 1| 71|0.8450704225352113|\n", "|2016-11-01 00:00:00| [E4N,50570]| 2| 2| 80| 1.5|\n", "|2016-11-01 00:00:00| [E4N,50570]| 3| 6| 80| 4.5|\n", "|2016-11-01 00:00:00| [E4N,50890]| 2| 1| 89|0.6741573033707865|\n", "|2016-11-01 00:00:00| [E4N,50890]| 3| 3| 79| 2.278481012658228|\n", "|2016-11-01 00:00:00| [E4N,51085]| 2| 3| 66| 2.727272727272727|\n", "|2016-11-01 00:00:00| [E4N,51370]| 2| 3| 75| 2.4|\n", "|2016-11-01 00:00:00| [E4N,51630]| 2| 1| 89|0.6741573033707865|\n", "|2016-11-01 00:00:00| [E4N,51895]| 1| 1| 79| 0.759493670886076|\n", "|2016-11-01 00:00:00| [E4N,51895]| 2| 1| 85|0.7058823529411765|\n", "|2016-11-01 00:00:00| [E4N,52220]| 2| 2| 34|3.5294117647058822|\n", "+-------------------+------------+---------------+-------+-------------+------------------+\n", "only showing top 20 rows" ] } ], "source": [ "df_E4N_D.show(20)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "### Plotting Traffic Flow Diagrams\n", "\n", "We select one detector and plot its values. In this example we use detector 'E4N 26,050' in the right most lane." ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%spark -o df1\n", "df1 = df_E4N_D.filter((col('Ds_Reference.Road') == 'E4N') & \\\n", " (col('Ds_Reference.Km_Ref') == 26050) & \\\n", " (col('Detector_Number') == 1))" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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QyDR1FPl0bjp/FgV+D+GYOernP9CTYP7UYvwekVNbELjNVCnTIejTSVk2uhB4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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "df1.plot.scatter(x = 'Density', y = 'Average_Speed', c= df1['Timestamp'].dt.hour, colormap='Blues', colorbar=False)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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kJG2zbzBDdVgnZOqMZBw2tMS59aZ1mIbGvz/aw4+f6MfSNT507Sq2ra7F9yXjWRfXk4RN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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "df1.plot.scatter(x = 'Average_Speed', y = 'Flow_In', c= df1['Timestamp'].dt.hour, colormap='Blues', colorbar=False )" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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4YnXDeNMYgJhlcumKqG+xX6Wp8FDJwzKm/jcueAF+eGIcD+7uw52QhVPyQh7c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\nQYHWkCtFE8QaSMSju4ShPlGPyDIUmZj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UGAu8m+vAzKyMYMU/6u4/Hrzc3TvdvSucfhYo\nM7PGXMbk7u+E/+4FlhIcsieLsorspcBad98zeEEUfZVkT/9QWfjv3hRt8t5vZvY54I+Az4Q7kiGy\nWN/Dyt33uHvc3RPA99O8XxR9VQp8Eng8XZtc91Wa/UFBblsjNRlkU/X0GaD/DPyngF+k+/IMl3B8\n8kFgk7v/c5o2E/vPXZjZ+QTrIGdJysxqzKy2f5rgJOTGQc2eAa61wCygI+kwNtfS/s8t3301SPL2\nswh4OkWb54B5ZlYfDo3MC+flhAXPDf8icJm7v5+mTTbre7jjSj6/dGWa94uiUvEfAG+6e2uqhbnu\nqwz7g4LbtoCReTVRuE9fQHB2fivwpXDeVwm+KACVBEMPW4BXgal5iGkOwSHfBmBd+LMAuBm4OWxz\nK9BCcDXFSuCCHMc0NXyv9eH79vdVckxG8EzqrcDrQHOe1mENwc59bNK8vPcVQTJqA3oJxmZvIDi/\n9AKwGfhfoCFs2ww8kPTa68NtbAtwXY5j2kIwjty/bfVfLTcZeDbT+s5xXI+E280Ggh3dpMFxhb8P\n+c7mKqZw/kP921JS23z2Vbr9QaTbVrof3YEsIiIjdphIRESGkZKBiIgoGYiIiJKBiIigZCAiIigZ\nSBEzs3hYrbIlLHlxu5kN63fCzG42s2vD6c+Z2eTh/Psiw0WXlkrRMrMudx8TTo8HHgNWuPvf5+j9\nfkVQ3XNYSyWLDAcdGYhwtBzBjQQF18zMSix4fsCqsADbTXD0GQu/MrOnLHi2wKNJd0l/Paxdv8HM\nvhXOu9vM7jCzTxHcVPRoeDSy0MyO1loys0+Y2dL8f3KRQGnUAYgUCnffZmYlwHiCMsMd7v5RM6sA\nVpjZsrDpecAMYBewArjQzDYRlGI4293dBj14xt2fMrNbCY8MwgTybTNrcvd24DpgSV4+qEgKOjIQ\nSW0eQb2mdQRlh8cB08Nlr7p7qweF2dYBpxOUSD8CPGhmnwRS1g7q58H47CPANWHimE36ktQiOacj\nA5GQmU0F4gRVJA34S3d/blCbi4HupFlxgqeP9YXF9C4hKIx4KzD3GG/5n8BPCZLIk/7Bg2tE8k7J\nQAQwsybgfmBxOMzzHPDnZvYLd+81s7PIUEI4rFlf7e7PmtkKgscUDnaQ4PGHALj7LjPbBXyZoMKm\nSGSUDKSYVYXDQGUED4t5BOgvNfwAwfDP2nB8v53UjyfsVws8bWaVBEcVX0jR5iHgfjM7DMx298ME\nD6hpcvdNJ/5xRH53urRUJEJmthh4zd0fjDoWKW5KBiIRMbM1wCHgE+7efaz2IrmkZCAiIrq0VERE\nlAxERAQlAxERQclARERQMhAREZQMREQE+H9PqrAtgh8QawAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "df1.plot.scatter(x = 'Density', y = 'Flow_In', c= df1['Timestamp'].dt.hour, legend=True, colormap='Blues', colorbar=False )" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We plot for another detector. This one lies in a more congested area." ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%spark -o df2\n", "df2 = df_E4N_D.filter((col('Ds_Reference.Road') == 'E4N') & \\\n", " (col('Ds_Reference.Km_Ref') == 68960) & \\\n", " (col('Detector_Number') == 1))" ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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QHDW3rJzXOO46noKRTIbJ3q6P99add8dPsgUvKDvHlVJM5DM2GG1uFBOF4wXh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\n5EeORY9t6d/fuptQeE8xRjRqsWF702CnUxxhuB0658wu4V8b7Mwkh26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FDg99dsmoXX9a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\nUCgGRRkJhUKhUAyKMhIKhUKhGJT/B5f3cQY7obJuAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "df2.plot.scatter(x = 'Density', y = 'Average_Speed', c= df2['Timestamp'].dt.hour, colormap='Blues', colorbar=False)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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EELoQYjXQCTwO7AD6pZRDOsxWIG9RACHE+4UQK4UQK7u6jo9/qN3hZI6yxtA1OkKJCR+r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/PQK2sxDCGVTBMM2kgggisG5UVhCsM24waXcvU/fIFg0ELwgrGWQChgkUhm2NPQiquE4sIwIt7a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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "df2.plot.scatter(x = 'Average_Speed', y = 'Flow_In', c= df2['Timestamp'].dt.hour, colormap='Blues', colorbar=False)" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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JAm6dW9bUZH12yYIySgPOtgInnfQv580e72U5ZvjdBmfUZXZEC7h1bjktZzfb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\n/ZCe4QK5UsDu3hH2HhmhLuXxqnOaWLMky+YVNTx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ZSzMNBlXpJlLVXap6Qfnn3OMFgtl2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\nRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "df2.plot.scatter(x = 'Density', y = 'Flow_In', c= df2['Timestamp'].dt.hour, colormap='Blues', colorbar=False)" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true, "deletable": true, "editable": true }, "source": [ "# End of Queue Detection" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "\n", "\"Queue\n", "\n", "To detect the end of queues we will use the **density** field we calculated. The end of the queue should be close to the detector that experienced a **sudden increase in density** compared to the density in the previous minute. The end of the queue considered an accident hazard in highways.\n", "\n", "To calculate the difference in density we will use the **Window** function in Spark. A window partitions and sorts the data into groups. Then we can run a computation on the records in these groups (windows). In our example, we will partition the data by the detector unique ID (Ds_Reference + Detector_Number) so we will have all the data for one detector groupd in a window then we sort it by the time stamp." ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "w = Window.partitionBy('Ds_Reference', 'Detector_Number').orderBy('Timestamp')" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Then we define two functions over these windows to calculate the dinsity difference and time difference. We use `lag()` to access the previous record in the sorted window." ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "densDiff = col('Density')- lag('Density', 1).over(w)\n", "timeFmt = 'yyyy-MM-dd HH:mm:ss.SSS'\n", "timeDiff = unix_timestamp('Timestamp', format=timeFmt) - lag(unix_timestamp('Timestamp', format=timeFmt)).over(w)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We use these functions to create two new columns in our dataset." ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "df_diff = df_E4N_D.withColumn('Density_Diff', densDiff).withColumn('timeDiff', timeDiff)" ] }, { "cell_type": "code", "execution_count": 44, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+-------------------+------------+---------------+-------+-------------+------------------+--------------------+--------+\n", "| Timestamp|Ds_Reference|Detector_Number|Flow_In|Average_Speed| Density| Density_Diff|timeDiff|\n", "+-------------------+------------+---------------+-------+-------------+------------------+--------------------+--------+\n", "|2016-11-01 00:00:00| [E4N,30710]| 2| 1| 89|0.6741573033707865| null| null|\n", "|2016-11-01 00:01:00| [E4N,30710]| 2| 1| 108|0.5555555555555556|-0.11860174781523092| 60|\n", "|2016-11-01 00:02:00| [E4N,30710]| 2| 2| 105|1.1428571428571428| 0.5873015873015872| 60|\n", "|2016-11-01 00:04:00| [E4N,30710]| 2| 2| 96| 1.25| 0.1071428571428572| 120|\n", "|2016-11-01 00:05:00| [E4N,30710]| 2| 3| 103|1.7475728155339805| 0.4975728155339805| 60|\n", "|2016-11-01 00:06:00| [E4N,30710]| 2| 1| 83|0.7228915662650602| -1.0246812492689203| 60|\n", "|2016-11-01 00:07:00| [E4N,30710]| 2| 2| 99|1.2121212121212122| 0.4892296458561519| 60|\n", "|2016-11-01 00:09:00| [E4N,30710]| 2| 1| 100| 0.6| -0.6121212121212122| 120|\n", "|2016-11-01 00:10:00| [E4N,30710]| 2| 1| 100| 0.6| 0.0| 60|\n", "|2016-11-01 00:12:00| [E4N,30710]| 2| 3| 107|1.6822429906542056| 1.0822429906542057| 120|\n", "|2016-11-01 00:13:00| [E4N,30710]| 2| 1| 88|0.6818181818181818| -1.0004248088360237| 60|\n", "|2016-11-01 00:14:00| [E4N,30710]| 2| 2| 127|0.9448818897637795| 0.26306370794559775| 60|\n", "|2016-11-01 00:16:00| [E4N,30710]| 2| 3| 104|1.7307692307692308| 0.7858873410054513| 120|\n", "|2016-11-01 00:17:00| [E4N,30710]| 2| 1| 88|0.6818181818181818| -1.0489510489510492| 60|\n", "|2016-11-01 00:18:00| [E4N,30710]| 2| 1| 96| 0.625|-0.05681818181818177| 60|\n", "|2016-11-01 00:19:00| [E4N,30710]| 2| 2| 138|0.8695652173913043| 0.24456521739130432| 60|\n", "|2016-11-01 00:20:00| [E4N,30710]| 2| 1| 99|0.6060606060606061|-0.26350461133069825| 60|\n", "|2016-11-01 00:21:00| [E4N,30710]| 2| 2| 108|1.1111111111111112| 0.5050505050505051| 60|\n", "|2016-11-01 00:22:00| [E4N,30710]| 2| 4| 100| 2.4| 1.2888888888888888| 60|\n", "|2016-11-01 00:25:00| [E4N,30710]| 2| 1| 78|0.7692307692307693| -1.6307692307692307| 180|\n", "+-------------------+------------+---------------+-------+-------------+------------------+--------------------+--------+\n", "only showing top 20 rows" ] } ], "source": [ "df_diff.show(20)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Because we filtered the original dataset to contain only normal records (we removed records with error codes such as faulty detector or empty highway), some of the records in the window we defined might be more than a minute apart. We filter these records out using the timeDiff field we calculated." ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "df_diff_min = df_diff.filter(col('timeDiff') == 60)" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+-------------------+------------+---------------+-------+-------------+------------------+--------------------+--------+\n", "| Timestamp|Ds_Reference|Detector_Number|Flow_In|Average_Speed| Density| Density_Diff|timeDiff|\n", "+-------------------+------------+---------------+-------+-------------+------------------+--------------------+--------+\n", "|2016-11-01 00:01:00| [E4N,30710]| 2| 1| 108|0.5555555555555556|-0.11860174781523092| 60|\n", "|2016-11-01 00:02:00| [E4N,30710]| 2| 2| 105|1.1428571428571428| 0.5873015873015872| 60|\n", "|2016-11-01 00:05:00| [E4N,30710]| 2| 3| 103|1.7475728155339805| 0.4975728155339805| 60|\n", "|2016-11-01 00:06:00| [E4N,30710]| 2| 1| 83|0.7228915662650602| -1.0246812492689203| 60|\n", "|2016-11-01 00:07:00| [E4N,30710]| 2| 2| 99|1.2121212121212122| 0.4892296458561519| 60|\n", "|2016-11-01 00:10:00| [E4N,30710]| 2| 1| 100| 0.6| 0.0| 60|\n", "|2016-11-01 00:13:00| [E4N,30710]| 2| 1| 88|0.6818181818181818| -1.0004248088360237| 60|\n", "|2016-11-01 00:14:00| [E4N,30710]| 2| 2| 127|0.9448818897637795| 0.26306370794559775| 60|\n", "|2016-11-01 00:17:00| [E4N,30710]| 2| 1| 88|0.6818181818181818| -1.0489510489510492| 60|\n", "|2016-11-01 00:18:00| [E4N,30710]| 2| 1| 96| 0.625|-0.05681818181818177| 60|\n", "|2016-11-01 00:19:00| [E4N,30710]| 2| 2| 138|0.8695652173913043| 0.24456521739130432| 60|\n", "|2016-11-01 00:20:00| [E4N,30710]| 2| 1| 99|0.6060606060606061|-0.26350461133069825| 60|\n", "|2016-11-01 00:21:00| [E4N,30710]| 2| 2| 108|1.1111111111111112| 0.5050505050505051| 60|\n", "|2016-11-01 00:22:00| [E4N,30710]| 2| 4| 100| 2.4| 1.2888888888888888| 60|\n", "|2016-11-01 00:32:00| [E4N,30710]| 2| 3| 112|1.6071428571428572| 0.1555299539170507| 60|\n", "|2016-11-01 00:36:00| [E4N,30710]| 2| 2| 92|1.3043478260869565| 0.1505016722408028| 60|\n", "|2016-11-01 00:42:00| [E4N,30710]| 2| 1| 94|0.6382978723404256| 0.13409619166815667| 60|\n", "|2016-11-01 00:43:00| [E4N,30710]| 2| 1| 87|0.6896551724137931|0.051357300073367584| 60|\n", "|2016-11-01 00:44:00| [E4N,30710]| 2| 2| 106|1.1320754716981132| 0.44242029928432003| 60|\n", "|2016-11-01 00:47:00| [E4N,30710]| 2| 2| 109|1.1009174311926606| 0.46261955885223505| 60|\n", "+-------------------+------------+---------------+-------+-------------+------------------+--------------------+--------+\n", "only showing top 20 rows" ] } ], "source": [ "df_diff_min.show(20)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Now that we calculated the density difference, all what is left is to find the detectors that cross certain thresholds that we define." ] }, { "cell_type": "code", "execution_count": 47, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "df_queue = df_diff_min.filter( (col('Density') > 30) & (col('Density_Diff') > 20) )" ] }, { "cell_type": "code", "execution_count": 48, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "10490" ] } ], "source": [ "df_queue.count()" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+-------------------+------------+---------------+-------+-------------+------------------+------------------+--------+\n", "| Timestamp|Ds_Reference|Detector_Number|Flow_In|Average_Speed| Density| Density_Diff|timeDiff|\n", "+-------------------+------------+---------------+-------+-------------+------------------+------------------+--------+\n", "|2016-11-01 05:18:00| [E4N,54630]| 3| 16| 11| 87.27272727272727| 50.2139037433155| 60|\n", "|2016-11-01 05:20:00| [E4N,54630]| 3| 20| 17| 70.58823529411765| 21.49732620320856| 60|\n", "|2016-11-01 05:25:00| [E4N,54630]| 3| 21| 18| 70.0| 43.0| 60|\n", "|2016-11-01 05:35:00| [E4N,54630]| 3| 22| 24| 55.0| 23.96551724137931| 60|\n", "|2016-11-01 05:38:00| [E4N,54630]| 3| 20| 12| 100.0| 53.63636363636363| 60|\n", "|2016-11-01 05:57:00| [E4N,54630]| 3| 25| 34| 44.11764705882353|23.629842180774748| 60|\n", "|2016-11-01 06:04:00| [E4N,54630]| 3| 15| 10| 90.0| 42.41379310344828| 60|\n", "|2016-11-01 06:21:00| [E4N,54630]| 3| 20| 13| 92.3076923076923|57.468982630272954| 60|\n", "|2016-11-01 06:37:00| [E4N,54630]| 3| 23| 25| 55.2|21.450000000000003| 60|\n", "|2016-11-01 07:06:00| [E4N,54630]| 3| 19| 20| 57.0| 23.25| 60|\n", "|2016-11-01 07:34:00| [E4N,54630]| 3| 17| 16| 63.75| 36.25| 60|\n", "|2016-11-01 07:38:00| [E4N,54630]| 3| 24| 25| 57.6| 21.975| 60|\n", "|2016-11-01 07:45:00| [E4N,54630]| 3| 16| 10| 96.0| 56.0| 60|\n", "|2016-11-01 07:56:00| [E4N,54630]| 3| 14| 6| 140.0| 92.0| 60|\n", "|2016-11-01 08:28:00| [E4N,54630]| 3| 17| 9|113.33333333333333| 67.61904761904762| 60|\n", "|2016-11-01 08:36:00| [E4N,54630]| 3| 15| 16| 56.25|23.942307692307693| 60|\n", "|2016-11-01 08:37:00| [E4N,54630]| 3| 19| 10| 114.0| 57.75| 60|\n", "|2016-11-01 08:43:00| [E4N,54630]| 3| 22| 20| 66.0| 21.0| 60|\n", "|2016-11-01 08:47:00| [E4N,54630]| 3| 21| 26| 48.46153846153846|21.032967032967033| 60|\n", "|2016-11-01 08:54:00| [E4N,54630]| 3| 20| 26| 46.15384615384615|23.653846153846153| 60|\n", "+-------------------+------------+---------------+-------+-------------+------------------+------------------+--------+\n", "only showing top 20 rows" ] } ], "source": [ "df_queue.show(20)" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true, "deletable": true, "editable": true }, "source": [ "# 3 - Visualization" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Now that we have found the queue ends (in `df_queue` DataFrame), it is useful to visualize them on a **Map** and see them in action. We will use a map widget from [ipyleaflet](https://github.com/ellisonbg/ipyleaflet) to plot the Geo locations and use a **Text Box** to show the time." ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "from ipyleaflet import Map, GeoJSON, TileLayer\n", "from geojson import FeatureCollection, Feature, MultiPolygon\n", "import ipywidgets as widgets\n", "from datetime import timedelta, datetime\n", "import time\n", "\n", "# Uncomment the map you prefer from the ones below, or add your prefered map source\n", "# Comment all and remove default_tiles to use the default map\n", "#url = 'https://{s}.tile.openstreetmap.fr/hot/{z}/{x}/{y}.png'\n", "url = 'http://a.tile.basemaps.cartocdn.com/light_all/{z}/{x}/{y}.png'\n", "#url = 'http://{s}.tile.stamen.com/toner/{z}/{x}/{y}.png'\n", "\n", "provider = TileLayer(url=url, opacity=1)\n", "myMap =Map(default_tiles=provider, center=[59.334591, 18.063240], zoom=12, layout=widgets.Layout(width='130%', height='1000px'))\n", "myMap.layout.height = '600px'\n", "myMap.layout.width = '100%'" ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "8aeb1f61ce9a414c9c7f73891d093206", "version_major": 2, "version_minor": 0 }, "text/html": [ "

Failed to display Jupyter Widget of type Map.

\n", "

\n", " If you're reading this message in the Jupyter Notebook or JupyterLab Notebook, it may mean\n", " that the widgets JavaScript is still loading. If this message persists, it\n", " likely means that the widgets JavaScript library is either not installed or\n", " not enabled. See the Jupyter\n", " Widgets Documentation for setup instructions.\n", "

\n", "

\n", " If you're reading this message in another frontend (for example, a static\n", " rendering on GitHub or NBViewer),\n", " it may mean that your frontend doesn't currently support widgets.\n", "

\n" ], "text/plain": [ "Map(center=[59.334591, 18.06324], layers=(TileLayer(options=[u'opacity', u'attribution', u'max_zoom', u'detect_retina', u'min_zoom', u'tile_size'], url=u'http://a.tile.basemaps.cartocdn.com/light_all/{z}/{x}/{y}.png'),), layout=Layout(height=u'600px', width=u'100%'), options=[u'keyboard_pan_offset', u'tap', u'attribution_control', u'max_zoom', u'min_zoom', u'bounce_at_zoom_limits', u'keyboard', u'scroll_wheel_zoom', u'dragging', u'inertia_max_speed', u'close_popup_on_click', u'zoom_control', u'box_zoom', u'double_click_zoom', u'tap_tolerance', u'zoom_start', u'keyboard_zoom_offset', u'inertia_deceleration', u'inertia', u'center', u'zoom', u'world_copy_jump', u'zoom_animation_threshold', u'touch_zoom'])" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "myMap" ] }, { "cell_type": "code", "execution_count": 52, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "cc30147da2174c4aa9bb587549fd489b", "version_major": 2, "version_minor": 0 }, "text/html": [ "

Failed to display Jupyter Widget of type Text.

\n", "

\n", " If you're reading this message in the Jupyter Notebook or JupyterLab Notebook, it may mean\n", " that the widgets JavaScript is still loading. If this message persists, it\n", " likely means that the widgets JavaScript library is either not installed or\n", " not enabled. See the Jupyter\n", " Widgets Documentation for setup instructions.\n", "

\n", "

\n", " If you're reading this message in another frontend (for example, a static\n", " rendering on GitHub or NBViewer),\n", " it may mean that your frontend doesn't currently support widgets.\n", "

\n" ], "text/plain": [ "Text(value=u'Timestamp!', disabled=True)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "wgt = widgets.Text(value='Timestamp!', disabled=True)\n", "wgt" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Detector Metadata\n", "\n", "To plot the data on the map we need the **GPS coordinates** of the detector. This metadata exists in a separate geographic information system (GIS). We exported the data into a csv file and converted the coordinates from the Swedish SWEREF99 standard to the GPS WGS84 standard for easier plotting on the map. \n", "\n", "Then we load the metadata into Spark." ] }, { "cell_type": "code", "execution_count": 53, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "schema_metadata = StructType() \\\n", " .add('Y', DoubleType(), False) \\\n", " .add('X', DoubleType(), False) \\\n", " .add('DetectorId', ShortType(), False) \\\n", " .add('McsDetecto', ShortType(), False) \\\n", " .add('McsDsRefer', StringType(), False) \\\n", " .add('LaneId', ShortType(), False) \\\n", " .add('Bearing', ShortType(), True) \\\n", " .add('Location', StringType(), True) \\\n", " .add('RegionId', ShortType(), False) \\\n", " .add('Entreprene', StringType(), True) \\\n", " .add('StationId', ShortType(), False) \\\n", " .add('SiteId', ShortType(), False) \\\n", " .add('SiteValidF', TimestampType(), False) \\\n", " .add('SiteValidT', TimestampType(), False) \\\n", " .add('DetectorVa', TimestampType(), False) \\\n", " .add('Detector_1', TimestampType(), False)" ] }, { "cell_type": "code", "execution_count": 54, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "df_metadata_raw = spark.read.csv('hdfs:///Projects/TrafficFlow/Traffic-Flow-Stockholm/StockholmDetectorMetadata.csv', sep=';', schema=schema_metadata, \\\n", " ignoreLeadingWhiteSpace=True, ignoreTrailingWhiteSpace=True, \\\n", " header=True, \\\n", " timestampFormat='yyyy/MM/dd HH:mm:ss.SSS')" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We split the Ds_Reference like we did with the flow data" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "root\n", " |-- Y: double (nullable = true)\n", " |-- X: double (nullable = true)\n", " |-- DetectorId: short (nullable = true)\n", " |-- McsDetecto: short (nullable = true)\n", " |-- McsDsRefer: struct (nullable = true)\n", " | |-- Road: string (nullable = false)\n", " | |-- Km_Ref: integer (nullable = false)\n", " |-- LaneId: short (nullable = true)\n", " |-- Bearing: short (nullable = true)\n", " |-- Location: string (nullable = true)\n", " |-- RegionId: short (nullable = true)\n", " |-- Entreprene: string (nullable = true)\n", " |-- StationId: short (nullable = true)\n", " |-- SiteId: short (nullable = true)\n", " |-- SiteValidF: timestamp (nullable = true)\n", " |-- SiteValidT: timestamp (nullable = true)\n", " |-- DetectorVa: timestamp (nullable = true)\n", " |-- Detector_1: timestamp (nullable = true)" ] } ], "source": [ "df_metadata = df_metadata_raw.withColumn('McsDsRefer', split_ds_ref(col('McsDsRefer')))\n", "df_metadata.printSchema()" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Plotting the Detectors on the Map\n", "\n", "To verify the metada we will plot all detectors on the map. We extract the coordinates from the Spark DataFrame into a local Python list object then plot them." ] }, { "cell_type": "code", "execution_count": 56, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%spark -o coord_df\n", "coord_df = df_metadata.select('Y','X')" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We convert the coordinates into a GeoJson polygon that can be plotted by the map (small triangles)" ] }, { "cell_type": "code", "execution_count": 57, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "features = []\n", "for index, pos in coord_df.iterrows():\n", " p = MultiPolygon([ \\\n", " ([(pos['X'], pos['Y']), \\\n", " (pos['X']+0.000001, pos['Y']+0.000001), \\\n", " (pos['X']-0.000001, pos['Y']+0.000001), \\\n", " (pos['X'], pos['Y'])],) \\\n", " ])\n", "\n", " features.append(Feature(geometry=p, \\\n", " properties={'style':{'color': '#0000cd', 'fillColor': '#0000cd', 'fillOpacity': 1.0, 'weight': 6}}))\n", "\n", "data = FeatureCollection(features)\n", "g = GeoJSON(data=data)\n", " " ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We can check one of the points" ] }, { "cell_type": "code", "execution_count": 58, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "text/plain": [ "{\"geometry\": {\"coordinates\": [[[[17.939260478657602, 59.388221402672897], [17.939261478657603, 59.388222402672895], [17.939259478657601, 59.388222402672895], [17.939260478657602, 59.388221402672897]]]], \"type\": \"MultiPolygon\"}, \"properties\": {\"style\": {\"color\": \"#0000cd\", \"fillColor\": \"#0000cd\", \"fillOpacity\": 1.0, \"weight\": 6}}, \"type\": \"Feature\"}" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%local\n", "data['features'][2]" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "And verify that the GeoJson we created is valid" ] }, { "cell_type": "code", "execution_count": 59, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%local\n", "data.is_valid" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Add the data to the map. Scroll up and you should see the locations of the detectors plotted on the map." ] }, { "cell_type": "code", "execution_count": 60, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "myMap.add_layer(g)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "When you are done. Remov the detectors layer from the map to clean it up" ] }, { "cell_type": "code", "execution_count": 61, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "myMap.remove_layer(g)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Add Coordinates to Queue data\n", "\n", "Now that we have the coordinates of the detectors, we need to add them to the queues we found so we can plot them. For that we use the **join** operation." ] }, { "cell_type": "code", "execution_count": 62, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "df_queue_coord = df_queue.alias('a').join(df_metadata.alias('b'), (col('a.Ds_Reference') == col('b.McsDsRefer')) \\\n", " & (col('a.Detector_Number') == col('b.LaneId')))" ] }, { "cell_type": "code", "execution_count": 63, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "root\n", " |-- Timestamp: timestamp (nullable = true)\n", " |-- Ds_Reference: struct (nullable = true)\n", " | |-- Road: string (nullable = false)\n", " | |-- Km_Ref: integer (nullable = false)\n", " |-- Detector_Number: short (nullable = true)\n", " |-- Flow_In: short (nullable = true)\n", " |-- Average_Speed: short (nullable = true)\n", " |-- Density: double (nullable = true)\n", " |-- Density_Diff: double (nullable = true)\n", " |-- timeDiff: long (nullable = true)\n", " |-- Y: double (nullable = true)\n", " |-- X: double (nullable = true)\n", " |-- DetectorId: short (nullable = true)\n", " |-- McsDetecto: short (nullable = true)\n", " |-- McsDsRefer: struct (nullable = true)\n", " | |-- Road: string (nullable = false)\n", " | |-- Km_Ref: integer (nullable = false)\n", " |-- LaneId: short (nullable = true)\n", " |-- Bearing: short (nullable = true)\n", " |-- Location: string (nullable = true)\n", " |-- RegionId: short (nullable = true)\n", " |-- Entreprene: string (nullable = true)\n", " |-- StationId: short (nullable = true)\n", " |-- SiteId: short (nullable = true)\n", " |-- SiteValidF: timestamp (nullable = true)\n", " |-- SiteValidT: timestamp (nullable = true)\n", " |-- DetectorVa: timestamp (nullable = true)\n", " |-- Detector_1: timestamp (nullable = true)" ] } ], "source": [ "df_queue_coord.printSchema()" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "# Visualize Queue Locations" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We extract the data we need from the joined table in Spark and get it locally into a Pandas DataFrame then loop through it and plot the queue ends we found on the map and show the time in the text box" ] }, { "cell_type": "code", "execution_count": 64, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%spark -o pdf_queue_coord\n", "pdf_queue_coord = df_queue_coord.select('Timestamp', 'X', 'Y', 'Density')" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We can use the time stamp to get the queues at a specific time and the gps coordinates to plot them. For example:" ] }, { "cell_type": "code", "execution_count": 65, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "e990e06b79fd46b4a75e67bd252a8eec", "version_major": 2, "version_minor": 0 }, "text/html": [ "

Failed to display Jupyter Widget of type VBox.

\n", "

\n", " If you're reading this message in the Jupyter Notebook or JupyterLab Notebook, it may mean\n", " that the widgets JavaScript is still loading. If this message persists, it\n", " likely means that the widgets JavaScript library is either not installed or\n", " not enabled. See the Jupyter\n", " Widgets Documentation for setup instructions.\n", "

\n", "

\n", " If you're reading this message in another frontend (for example, a static\n", " rendering on GitHub or NBViewer),\n", " it may mean that your frontend doesn't currently support widgets.\n", "

\n" ], "text/plain": [ "VBox(children=(HBox(), EncodingWidget(children=(VBox(children=(HTML(value=u'Encoding:'), Dropdown(description=u'X', layout=Layout(width=u'200px'), options={u'Y': u'Y', u'Timestamp': u'Timestamp', u'Density': u'Density', '-': None, u'X': u'X'}, value=None), HBox(children=(Dropdown(description=u'Y', layout=Layout(width=u'200px'), options={u'Y': u'Y', u'Timestamp': u'Timestamp', u'Density': u'Density', '-': None, u'X': u'X'}, value=None), Dropdown(description=u'Func.', index=2, layout=Layout(width=u'200px'), options={'Count': 'Count', 'Min': 'Min', 'Max': 'Max', 'Sum': 'Sum', '-': 'None', 'Avg': 'Avg'}, value='Max'))), Checkbox(value=False, description=u'Log scale X'), Checkbox(value=False, description=u'Log scale Y'))),))))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "69a26639e31c4890be4192b36928d582", "version_major": 2, "version_minor": 0 }, "text/html": [ "

Failed to display Jupyter Widget of type Output.

\n", "

\n", " If you're reading this message in the Jupyter Notebook or JupyterLab Notebook, it may mean\n", " that the widgets JavaScript is still loading. If this message persists, it\n", " likely means that the widgets JavaScript library is either not installed or\n", " not enabled. See the Jupyter\n", " Widgets Documentation for setup instructions.\n", "

\n", "

\n", " If you're reading this message in another frontend (for example, a static\n", " rendering on GitHub or NBViewer),\n", " it may mean that your frontend doesn't currently support widgets.\n", "

\n" ], "text/plain": [ "Output()" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%local\n", "pdf_queue_coord[pdf_queue_coord['Timestamp'] == datetime(2016,6,8,13,57,0)]" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We define some helper functions that we will use in plotting.\n", "\n", "Remove all layers on the map except the map tiles." ] }, { "cell_type": "code", "execution_count": 66, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "def map_cleanup(m):\n", " for l in m.layers:\n", " if type(l) != TileLayer:\n", " m.remove_layer(l)\n", " l.close()" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Get all layers except the map tiles." ] }, { "cell_type": "code", "execution_count": 67, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "def map_get_layers(m):\n", " layers = []\n", " for l in m.layers:\n", " if type(l) != TileLayer:\n", " layers.append(l)\n", " return layers" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Remove a given list of layers." ] }, { "cell_type": "code", "execution_count": 68, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "def map_cleanup_Layers(m, layers):\n", " for l in layers:\n", " m.remove_layer(l)\n", " l.close()" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Plots coordinates in a Pandas DataFrame on the map." ] }, { "cell_type": "code", "execution_count": 69, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "def plot_pandas(pdf, m, color='#191970', opacity=0.5):\n", " features = []\n", " for index, row in pdf.iterrows():\n", " p = MultiPolygon([ \\\n", " ([(row['X'], row['Y']), \\\n", " (row['X']+0.0005, row['Y']+0.0005), \\\n", " (row['X']-0.0005, row['Y']+0.0005), \\\n", " (row['X'], row['Y'])],) \\\n", " ])\n", "\n", " features.append(Feature(geometry=p, \\\n", " properties={'style':{'color': color, 'fillColor': color, 'fillOpacity':opacity, 'weight': 5}}))\n", "\n", " data = FeatureCollection(features)\n", " g = GeoJSON(data=data)\n", " m.add_layer(g)\n", " " ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "We loop through the data minute by minute from start time to end time. To improve the visualization, we plot the current minute in dark blue as well as the previous 3 minuts in lighter blue shades." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "# Start Time\n", "st = datetime(2016,11,1,5,0,0)\n", "\n", "# End Time\n", "et = datetime(2016,11,1,23,59,59)\n", "\n", "# Time Delta\n", "td = timedelta(minutes=1)\n", "\n", "t1 = st\n", "t2 = t1 + td\n", "t3 = t2 + td\n", "t4 = t3 + td\n", "\n", "while t4 <= et:\n", " l = map_get_layers(myMap)\n", " plot_pandas(pdf_queue_coord[pdf_queue_coord['Timestamp'] == t1], myMap, '#e0ffff', opacity=0.7)\n", " plot_pandas(pdf_queue_coord[pdf_queue_coord['Timestamp'] == t2], myMap, '#b0c4de', opacity=0.8)\n", " plot_pandas(pdf_queue_coord[pdf_queue_coord['Timestamp'] == t3], myMap, '#6495ed', opacity=0.9)\n", " plot_pandas(pdf_queue_coord[pdf_queue_coord['Timestamp'] == t4], myMap, '#000080', opacity=1.0)\n", " \n", " # Update time of the Text Box\n", " wgt.value = t4.ctime()\n", " \n", " # You may break here to view a snapshot at a specific time instead of animation. Set st to the time you want to check\n", " # break\n", " \n", " map_cleanup_Layers(myMap, l)\n", " # Change the animation speed\n", " time.sleep(0.25)\n", " t1 = t1 + td\n", " t2 = t2 + td\n", " t3 = t3 + td\n", " t4 = t4 + td\n", " " ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "## Cleanup the map" ] }, { "cell_type": "code", "execution_count": 76, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%local\n", "map_cleanup(myMap)" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "# Next Steps\n", "## 1) Parquet Data Format vs. Original CSV\n", "\n", "Parquet files are much more efficient than CSV files because they store data in binary and columnar format. Read [this](https://developer.ibm.com/hadoop/2016/01/14/5-reasons-to-choose-parquet-for-spark-sql/) for example.\n", "\n", "You can test this yourself. We save our cleaned up data in parquet format then use it to load our E4N data. Compare the time!" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%time\n", "df_cleanup2.write.save('data/sample_E4N.parquet', format='parquet')" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%time\n", "df_E4N_test = spark.read.parquet('data/sample_E4N.parquet').select('Timestamp', 'Ds_Reference', 'Detector_Number', 'Flow_In', 'Average_Speed').where('Status == 3 AND Ds_Reference.Road == \"E4N\"')" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%time\n", "df_E4N_test.count()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "%%time\n", "df_E4N_test.show(10)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false, "deletable": true, "editable": true }, "outputs": [], "source": [ "df_E4N_test.printSchema()" ] }, { "cell_type": "markdown", "metadata": { "deletable": true, "editable": true }, "source": [ "Check also the data size on disk. In my case the csv sample data was 40MB while the Parquet file we saved was 1.4MB!" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true, "deletable": true, "editable": true }, "source": [ "## 2) Stream Processing Using Kafka and Spark Structured Streaming\n", "\n", "The above method for queue detection can be easily converted into a streaming program using the new Spark Structured Streaming. For further reading on that, see [this](https://databricks.com/blog/2017/04/26/processing-data-in-apache-kafka-with-structured-streaming-in-apache-spark-2-2.html) tutorial to get started.\n", "\n", "\n", "\n", "## 3) Graph Processing\n", "\n", "Knowing the topological relationship between detectors is needed to do more complicated analytics. For example, knowing next/previous detector on the same lane, knowing detectors before/after lane split/merge.\n", "\n", "One way to achieve this is by constructing a graph linking detectors together. Having this graph, we can use graph processing to do more advanced analytics. For example, we can detect queue ends better by looking at multiple consecutive sensors on the same lane.\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true, "deletable": true, "editable": true }, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "PySpark", "language": "", "name": "pysparkkernel" }, "language_info": { "codemirror_mode": { "name": "python", "version": 2 }, "mimetype": "text/x-python", "name": "pyspark", "pygments_lexer": "python2" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { "025a541edb0e4a59a14971edd40ed8b6": { "model_module": "jupyter-js-widgets", "model_module_version": "~2.1.4", "model_name": "LayoutModel", "state": { "_model_module_version": "~2.1.4", "_view_module_version": "~2.1.4" } }, "06319284ec6343b487a88f5528872737": { "model_module": "jupyter-leaflet", "model_module_version": "*", "model_name": "LeafletGeoJSONModel", "state": { "_model_module_version": "*", 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